Equilibrium shapes of smectic-A phase grown from isotropic phase.
作者： Hiroyoshi Naito , Masahiro Okuda , Ou-Yang Zhong-can
DOI: 10.1103/PHYSREVLETT.70.2912
关键词: Materials science 、 Gibbs free energy 、 Curvature 、 Theoretical physics 、 Elastic energy 、 Cylinder 、 Condensed matter physics 、 Surface energy 、 Isotropy 、 Phase (matter) 、 Integral equation
摘要: Equilibrium shapes of a smectic-A phase grown from an isotropic have been investigated. An integral equation which describes the equilibrium is derived by taking account difference in Gibbs free energy between and phase, curvature elastic interface energy. It shown that popular family solutions are given some Weingarten surfaces. The cylinder structures with without beaded configurations observed growth can be well explained terms such
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